|Publication number||US7705779 B2|
|Application number||US 12/192,477|
|Publication date||Apr 27, 2010|
|Filing date||Aug 15, 2008|
|Priority date||Oct 15, 2004|
|Also published as||US6992622, US7427953, US20060114158, US20080303718, WO2006044579A2, WO2006044579A3|
|Publication number||12192477, 192477, US 7705779 B2, US 7705779B2, US-B2-7705779, US7705779 B2, US7705779B2|
|Inventors||Steven J. Goldberg, Michael J. Lynch, Bing A. Chiang|
|Original Assignee||Interdigital Technology Corporation|
|Export Citation||BiBTeX, EndNote, RefMan|
|Patent Citations (16), Non-Patent Citations (2), Referenced by (11), Classifications (13), Legal Events (2)|
|External Links: USPTO, USPTO Assignment, Espacenet|
This application is a continuation of U.S. patent application Ser. No. 11/285,683 filed Nov. 22, 2005, which is a continuation of U.S. patent application Ser. No. 11/025,421 filed Dec. 29, 2004, which claims the benefit of U.S. Provisional Patent Application No. 60/619,223 filed Oct. 15, 2004, which are incorporated by reference as if fully set forth.
The present invention is related to a wireless communication system. More particularly, the present invention is related to determining direction of arrival (DOA) information of received signals in azimuth and elevation, (i.e., in three dimensions), to form a three-dimensional beam used by a transceiver to transmit and receive signals.
Beamforming is performed in wireless communication systems to facilitate the enhancement of communications exchanged between communicating entities, and the rejection of signals that interfere with the communications.
Determining the DOA of beams received from the communicating entities is fundamental to correctly orienting a boresight of the beams and, using an appropriate beam width, power, and other settings, and maximizing the performance of one communication link while minimizing interference to other links.
An example of a conventional wireless communication system that determines the DOA is U.S. Pat. No. 6,650,910 entitled “Methods and Apparatus in Antenna Diversity Systems for Estimation of Direction of Arrival”, which issued to Mazur et al., (hereinafter referred to as “Mazur”), on Nov. 18, 2003. The system disclosed by Mazur is capable of deducing the DOA in one plane of incidence. However, Mazur's system is capable of determining only the direction of the beam within a two-dimensional plane at a right angle to the antenna array.
An adaptive antenna generates a set of antenna beams such that each beam covers a narrow predefined area and the beams together cover a wide predefined area omni-directionally or within a sector. A signal sent from a transmitter is received by each of the antenna beams, and each signal is processed to calculate the angular information. The angular information is inherent in the phase difference between different versions of the signal. A DOA estimation of the direction to the signal source is made on the basis of the demodulated versions of the received signal.
Conventional wireless communication systems estimate DOA in the context of azimuth only, such as with Butler matrix implementations as disclosed by Mazur. The prior art does not take into account beamforming differing in three-dimensional space. There is no resolution in the elevation domain in conventional wireless communication systems. The beam must therefore be of such a width in elevation that it adequately intersects with the target's antenna pattern.
When beam adjustments are made to the beams 105 and 110 shown in the azimuth view of
Assuming that the transmitter 100 and the receiver 120 are transceivers which communicate via a wireless link, when the direction of beam transmission between the transceiver 100 and the transceiver 120 are reversed, (i.e., transceiver 100 is receiving and transceiver 120 is transmitting), beams similar to those shown in
The present invention is related to a wireless communication method and antenna system for determining the direction of arrival (DOA) of received signals in azimuth and elevation, (i.e., in three dimensions), to form a beam for transmitting and receiving signals. The system includes (i) two antenna arrays, each having a plurality of antenna elements, (ii) two first stage multi-mode-port matrices in communication with the two antenna arrays, (iii) at least one second stage multi-mode-port matrix, (iv) an azimuth phase detector, (v) an elevation amplitude detector, (vi) a plurality of phase shifters, and (vii) a transceiver. Each first stage multi-mode-port matrix includes a plurality of interconnecting hybrids for processing azimuth beams. The second stage multi-mode-port matrix includes a plurality of interconnecting hybrids for processing elevation beams.
The antenna arrays and the first stage multi-mode-port matrices form a plurality of orthogonal omni-directional modes. Each mode has a characteristic phase set. Two of the modes' phases are used to determine DOA in azimuth. The second stage multi-mode-port matrix forms a sum-mode and a difference-mode such that DOA of the received signals can be determined in elevation, and beams can be formed in the direction of the received signals by adjusting the phase shifters.
A more detailed understanding of the invention may be had from the following description, given by way of example and to be understood in conjunction with the accompanying drawings wherein:
The present invention is applicable to any type of wireless communication systems, including, but not limited to, cellular systems, mobile systems, fixed access systems, ad-hoc/mesh networks or the like. The present invention is applicable to any wireless communication standards including, but not limited to, 1G through 3G cellular systems, IEEE 802.11 wireless local area networks (WLANs), or the like.
Using a Shelton-Butler matrix feeding a circular array in an antenna system creates isolated omni-directional pancake beams that are isolated from each other. The phase of each mode is characteristic of the signal's direction of arrival. By comparing the phases of two modes, information of the direction of arrival can be derived. Some mode pair selections allow unambiguous linear relationship between the phase and the DOA. That greatly simplifies subsequent processing.
The same antenna system can electronically and automatically form a beam in the direction of the targeted incoming signal without resorting to a separate system. This system can provide enough gain for wireless applications. For a system that requires higher gain, lenses, reflectors, and electronic controlled parasitic antennas can be used to further increase directivity to meet the need of such applications.
A single array system can be used to perform direction finding and automatic beamforming in the desired direction. This system provides 360 degree instantaneous azimuth coverage, where the prior art cannot.
Elevation DOA detection requires two Shelton-Butler matrices 305 which form two new modes, a sum-mode and a difference-mode. The ratio of the sum-mode over the difference-mode indicates the direction away from boresight.
In order to form a beam in the direction of the arriving signal, a phase shift is inserted in the sum-and-difference matrix to steer the sum-mode beam to the elevation boresight. This sum-mode can be used as the beam for communication. However, the beam shape in azimuth is still omni-directional. To form a directive beam in azimuth, all the modes in azimuth have to be aligned. This requires that each output be divided into two signals, and phase shifting each of the divided signals. The azimuth beam can be synthesized using a fast Fourier transform (FFT). The phase shifting drives the beam to the required direction.
As shown in
The transceiver 550 provides a baseband signal 590 to a processor 555 which controls the phases Φ of each of the phase shifters 510A-510D, 515A-515D and 528, (i.e., phases Φ1-Φ9). An azimuth phase detector 560 provides phase information 575 to the transceiver 550 based on selected output modes 505 sampled by directional couplers 565 and 570, (e.g., mode 0 and mode +1 provided by the azimuth board 305A, as shown in
The directional coupler 545 acts as a radio frequency (RF) interface for the transceiver 550 when the transceiver 550 forms beams used to receive and transmit an RF signal 582. The baseband signal 590 is generated by the transceiver 550 based on the RF signal 582, the phase information 575 and the amplitude information 584. The processor 555 calculates azimuth DOA and controls the phase shifters 510A-510D, 515A-515D and 528 via phase control signal 592 based on the baseband signal 590. The processor 555 may optionally provide a modulation signal 594 to the transceiver 550 used for generating the RF signal 582. When the RF signal 582 is formed by the transceiver 550, the RF signal 582 is routed through the directional coupler 545, the sum-mode port of the Butler matrix 530, the elevation phase shifter 528, the combined ports of the combiners 520 and 525, and the azimuth phase shifters 510A, 510B, 510C, 510D, 515A, 515B, 515C and 515D, to feed the 2-tier stacked Shelton-Butler matrix and, in turn, form at least one beam by using the antenna elements A1-A8.
The transceiver 550 forms beams for both azimuth and elevation using the 2-tier stacked Shelton-Butler matrix. For elevation DOA, amplitude comparison is used. A complete elevation and azimuth direction finding system is implemented by sharing a received single bit or pulse included in each incoming signal. The bit or pulse contains both amplitude and phase information which is processed such that the amplitude information is used for determining elevation, and the phase information is used for determining azimuth.
It is important to note that an antenna does not, by itself, detect distance. Thus, a spherical coordinate system must be devised, (r, φ, θ), whereby the antenna uses only angles φ and θ. The distance may be detected based on the measurement of time or phase parameters, or triangulation techniques.
As illustrated in
For example, the broadside array factor and elemental elevation pattern product may be calculated to derive a sum pattern equation and a difference pattern equation. The ratio of these two equations as a function of elevation angle θ may be used to determine DOA and calibrating the antenna system 500.
The same principles described above are applied to form a beam in the direction of the arriving signal. Insertion of a phase shift in the sum-and-difference matrix steers the sum-mode beam to the elevation boresight. However, the beam shape in azimuth is still omni-directional. To form a directive beam in azimuth, all of the modes in azimuth have to be aligned. This requires a power divider at the output, and phase shifters in the divided branches. The azimuth beam may be synthesized using a fast Fourier transform (FFT). The phase shifters are used to form a beam in a desired direction
It should be obvious to one of ordinary skill in the art that the enhancements provided by the present invention may lead to more accurate knowledge of the correct direction of the boresight of transmit and receive beams from one or both ends of a communication link. This allows for the narrowing of the beam width in both azimuth and/or elevation. Thus, the present invention facilitates a more robust link, lower power consumption, less received interference, and less induced interference to other devices not involved in this link.
The implementation of the present invention also provides enhanced techniques for locating one or more devices. The angles of the beam(s) resolve the location of the device(s) in three dimensions, rather than just two dimensions as implemented by conventional wireless communication systems. The resolution in three dimensions further allows the narrowing of the beam for diversity purposes. This narrowing further improves the resolution of the angle in each plane of interest.
The normalized azimuth field pattern of the antenna array of the system can be written in terms of the matrix mode inputs as denoted by Equation (1) below:
where n is the mode number and An is the complex mode excitation current. Because the modes of the matrix form an orthogonal set, the far-field beam of the array can be easily synthesized and steered. The synthesis is not complex because the expression is a fast Fourier series, the inverse of which provides the antenna system with necessary information it needs about the phases Φn used to form the beam in the required direction.
As shown in
The expression for the sum beam is denoted by Equation (2) below:
where λ is the wavelength, Fs(θ) is the array factor from elevation sum, and H(θ) is the pattern in elevation from the circular array.
The expression for the difference beam is denoted by Equation (3) below:
where Fd(θ) is the array factor associated with an elevation difference.
A 2-stack elevation matrix may simply consist of a hybrid and a fixed phase-shifter, or an unequal line length. The DOA in elevation is a function of amplitude ratio of sum over difference. Any existing ambiguity is resolved by checking the phases of sum and difference, whether they are in-phase or out-of-phase. A calibration plot often resolves the difference between theory and practice. A small amount of signal can be tapped off from the required modes, (e.g., modes 0 and +1), using high directivity directional couplers, to determine DOA in elevation.
After the DOA is determined by using the amplitude ratio of sum over difference, or from a calibration data map, the angle of the sum beam is tilted by the angle θ, where ξ is solved using Equation (4) as denoted below:
where angle θ is now the known DOA. Once the array phase difference ξ is determined, the beam may be accurately pointed in the direction of a received signal for which angle θ has been determined. Without this information, the information needed to accurately point the beam is not complete.
Although the features and elements of the present invention are described in the preferred embodiments in particular combinations, each feature or element can be used alone without the other features and elements of the preferred embodiments or in various combinations with or without other features and elements of the present invention.
While the present invention has been described in terms of the preferred embodiment, other variations which are within the scope of the invention as outlined in the claims below will be apparent to those skilled in the art.
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|International Classification||G01S19/25, H01Q3/00|
|Cooperative Classification||H01Q3/40, H01Q25/02, H04B7/0617, H01Q21/205, H04B7/086|
|European Classification||H01Q3/40, H04B7/08C4P, H01Q25/02, H01Q21/20B, H04B7/06C1B|
|Mar 22, 2011||CC||Certificate of correction|
|Sep 25, 2013||FPAY||Fee payment|
Year of fee payment: 4